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15 Cards in this Set

  • Front
  • Back
Bar Graph
y = dependent variable -- x = phase, condition, classification -- no distinct data points -- s/not be used for: repeated measures across time, client progress. May be used for summaries, unrelated catagories
Cumulative Record
Developed by Skinner, used in EAB lab research using a cumulative recorder, subject draws its own graph, each response moves the pen one unit, total no. responses over time
Cumulative record: slope of the line
rate per minute, flat line = no response
Equal interval line graph (simple line graph)
Horizontal = x axis, time, independent
Vertical = y axis, target behavior, dependent on changes in environment we make -- measures changes over time, related things
Phase Change Line
Major change in Intervention or Environmental events -- Solid vertical line, data path never crosses
Condition change line
Minor change, dotted line, data path "may" cross
Scatterplot
measures distribution of individual measures, i.e. good for measuring patterns of behavior in activity schedule
Standard Celeration Chart
semi-logarithmic, precision teaching = rate of learning, measures changes in rates over long periods of time, duration increases move DOWN y-axis, 1000 times / minute
Line graph -- calibration of Y-axis
top line (max amt.) 50% greater than largest BL value -- on paper draw it 2/3 length of x-axis
Fundamental properties of visual behavioral data
level, trend, variability
Variability
high degree = practitioner has achieved little control over factors influencing bx
Level
The value on Y-axis around which a set of measures converge. The mean=average, or with outliers=median (the middle number of the data set)
Trend
Overall direction of the data path (increasing, decreasing, zero). Best fit = ignore outliers, half the data points above, half below
Split-middle line (trend)
Divide data path in half, find mid-date and mid-rate for each set, connect with line.
Behavior change
When all data points in one condition fall outside the range of values for all data points in an adjacent condition = no overlap of data points